Global Systems: Insolation and Factors Affecting It
Learning Goals
- Define solar insolation.
- Determine the relationship between latitude and solar insolation.
- Interpret scatter graphs to identify relationships in a data set.
- Extrapolate data from a scatter graph to draw conclusions.
- Use data tables and graphs to identify specific values, trends, and relationships.
Factors Affecting Air Temperature
- The major factor affecting air temperature is insolation.
- Air temperature varies among latitudes and at different times of the year due to insolation.
What is Insolation?
- Insolation is solar radiation that is received in the atmosphere or on the Earth’s surface.
- The sun constantly releases energy in all directions, known as solar radiation.
Distribution of Insolation
- The distribution of insolation on the Earth’s surface is uneven.
- In general, insolation received declines with increasing latitude.
- Areas around 23.5° N and S receive the highest value of insolation.
Factors Affecting Insolation Received
- Angle of the sun
- Duration of daylight
- The atmosphere
- Latitude
- Time of day
- Season
Angle of the Sun
- The angle of the sun refers to the angle at which sunlight strikes the Earth’s surface.
- It varies with the latitude of a location and with the time of day.
- When the sun is directly overhead (angle of the sun is 0°), it is known as the overhead sun.
- A simple experiment can demonstrate how the angle at which the sun strikes a location impacts the amount of solar insolation it receives.
Relationship Between Angle and Insolation
- High Angle (0° / Right angle):
- Smaller area to warm up.
- High/More intense insolation.
- Low Angle (>0° / Acute angle):
- Larger area to warm up.
- Low/Less intense insolation.
Latitude and Insolation Angle
- Low-Latitude Regions:
- The angle of the sun is larger.
- Insolation concentrates on a smaller area.
- Insolation is stronger.
- High-Latitude Regions:
- The angle of the sun is smaller.
- Insolation concentrates on a larger area.
- Insolation is weaker.
Time of Day and Insolation
- The angle of the sun is also impacted by the time of day.
- In the Northern Hemisphere around the spring equinox:
- The angle of the sun increases until it reaches a maximum at noon (midday sun).
- Then, the angle of the sun decreases.
- The amount of insolation received will be lower in winter.
Seasons and Insolation in Hong Kong
- Summer Solstice:
- The overhead sun is located at the Tropic of Cancer, which is close to Hong Kong.
- Hong Kong receives the largest amount of insolation.
- Autumnal Equinox:
- The overhead sun is located at the Equator.
- Hong Kong receives less insolation in autumn than in summer.
- Winter Solstice:
- The overhead sun is located at the Topic of Capricorn.
- Hong Kong receives the least amount of insolation.
- Spring Equinox:
- The overhead sun is located at the Equator.
- Hong Kong receives more insolation in spring than in winter.
Duration of Daylight
- The longer the duration of daylight, the more insolation received.
- In equatorial regions, the duration of daylight is almost 12 hours daily throughout the year.
- In polar regions, daylight can last for 24 hours in summer, while in winter, there is no sunlight at all.
The Atmosphere
- Dust particles, gas molecules, and clouds in the atmosphere can reflect, absorb, or scatter solar radiation.
- Only about 58 units of solar radiation reach the Earth’s surface.
- Maximum insolation received occurs at around 23.5° N and S but not at the Equator, because:
- The amount of cloud cover in the equatorial regions is high, so much of the solar radiation is reflected by clouds, reducing insolation reaching the Earth’s surface.
- The climate is drier, and there is less cloud cover at around 23.5° N and 23.5° S, allowing the Earth’s surface to receive more insolation.
Solar Insolation Experiment
- A 10W bulb was used in the experiment.
- Calculate the solar insolation in W/cm^2 for each angle.
Experiment Results:
| Angle of sunlight | Area illuminated (cm^2) | Solar Insolation (W/cm^2) |
|---|
| 0° | 12 | 0.83 |
| 23.5° | 20 | 0.50 |
| 47° | 66 | 0.15 |
- Calculate the mean “solar” insolation in W/cm^2 for each angle and create a line of best fit.